{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "#%matplotlib widget\n",
    "\n",
    "from cion import *"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "#设置使用模式\n",
    "Global_Setting.set_debug_mode(True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "#导入用户定义配置文件\n",
    "execfile('ZTESTER_Load_ion.py')"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Load Ion Test"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "/********************\n",
      "Caution! You are using debug mode. This enables you to test some functions locally. But you cannot access the actual hardware in this mode.\n",
      "********************/\n",
      "test_datafile_dir\\2022\\202209\\20220923\\\n"
     ]
    }
   ],
   "source": [
    "ion_number = 1\n",
    "exp = Experiment(ion_number=ion_number, chapter_dict=Doppler_chapter_dict, port=\"COM5\")\n",
    "seq = exp.last_sequence\n",
    "print(exp.data.path_prefix)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'Doppler': '00000000 00000000 00001111,[10000000 00000000 00000000, 1],[10000000 00000000 00010000,1]',\n",
       " 'Zero': '11000000 10000000 00000000',\n",
       " 'Strong': '11111111 11111111 11111111,[10000000 00000000 00000000, 1],[10000000 00000000 00010000,1]'}"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Doppler_chapter_dict"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'Doppler': '00000000 00000000 00000000',\n",
       " 'Doppler_Only': '00000000 00000000 00001111,[10000000 00000000 00000000, 1],[10000000 00000000 00010000,1]',\n",
       " 'Pumping': '01100000 11000000 00000000',\n",
       " 'Microwave': '10000000 00100000 00000000',\n",
       " 'Detection': '01010000 10000000 00001111,[11000000 00000000 00000000, 1],[11000000 00000000 00010000,1]',\n",
       " 'Raman': '11000000 10010000 00000000',\n",
       " 'Zero': '11000000 10000000 00000000',\n",
       " 'Strong': '11111111 11111111 11111111'}"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Exp_chapter_dict"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "exp.update_chapter_dict(Exp_chapter_dict)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "----sequence info----\n",
      "total pulses: 2\n",
      "sequence time: 1100 microseconds\n",
      "---------------------\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "doppler_cooling = exp.new_sequence()\n",
    "#doppler_cooling.print_info()\n",
    "#print(doppler_cooling.ion_number)\n",
    "\n",
    "doppler_cooling.set_sequence(\n",
    "    Doppler(1000, label='Doppler').on(all),\n",
    "    Zero(100).on(all))\n",
    "\n",
    "doppler_cooling.print_info()\n",
    "\n",
    "exp.print_sequence(sequence=doppler_cooling, )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[['00000000 00000000 00000000', 1000], ['11000000 10000000 00000000', 100]]"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "exp.last_sequence.perform_sequence_serial()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Optimize Doppler Cooling"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "test_datafile_dir\\2022\\202209\\20220923\\FreqScan-20220923020140.hdf5\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "freq_list = np.linspace(13485,13395,100) #MHz\n",
    "exp.freq_scan(\"Doppler\", freq_list, cycle=5) #freq_scan函数运行时会在新窗口中画图，请注意底部任务栏的弹窗"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "test_datafile_dir\\2022\\202209\\20220923\\FreqScan-20220923020140.hdf5\n",
      "501\n",
      "(100,)\n"
     ]
    }
   ],
   "source": [
    "print(exp.data.DataFileName)\n",
    "a,b = raw_count(exp.data.DataFileName)\n",
    "print(len(a))\n",
    "print(b[0].shape)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Set parameters for AWG gates"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "/********************\n",
      "Caution! You are using debug mode. This enables you to test some functions locally. But you cannot access the actual hardware in this mode.\n",
      "********************/\n"
     ]
    }
   ],
   "source": [
    "exp = Experiment(ion_number=1, chapter_dict=Exp_chapter_dict, port=\"COM5\", ip_address='192.168.2.30::INSTR1::INSTR')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 720x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "exp.update_chapter_dict(Exp_chapter_dict)\n",
    "detection_time = 100\n",
    "pumping_time = 30\n",
    "raman = exp.new_sequence()\n",
    "raman.set_sequence(\n",
    "    Doppler(1000).on(all),\n",
    "    Pumping(pumping_time).on(all),\n",
    "    awg_trigger(),\n",
    "    Raman(500,label=\"Raman\",awg_flag=True,amp=(0.3,0.3),freq=(200,210),phase=(0,0)).on(all),\n",
    "    #Raman(5000,label=\"Raman\",awg_flag=True,amp=(0.3, -0.2),freq=(220,220),phase=(0,0)).on(all),\n",
    "    Detection(detection_time).on(all),\n",
    ")\n",
    "exp.print_sequence(sequence=raman, )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1944x432 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "exp.send_awg_data(raman)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x2ba776fcd30>]"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "temp_data1 = raman.awg_data\n",
    "plt.plot(temp_data1[0][0:100])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "raman.set_parameters(\"Raman\",freq=(220,190))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x2ba7993c1c0>]"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "raman.perform_sequence_awg()\n",
    "temp_data2 = raman.awg_data\n",
    "plt.plot(temp_data2[0][0:100])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[ 0.          0.01822454  0.03079522  0.03302207  0.0220047  -0.00280017\n",
      " -0.03935513 -0.0832024  -0.12799625 -0.16634494 -0.19085584 -0.19524684\n",
      " -0.17537366 -0.13002837 -0.06138903  0.02495849  0.12045356  0.21441766\n",
      "  0.29524844  0.35181769  0.37490732  0.3585055   0.30079354  0.20468423\n",
      "  0.07782094 -0.06799246 -0.21789308 -0.35548873 -0.46465709 -0.53141603\n",
      " -0.54565002 -0.5024843  -0.40313121 -0.25508609 -0.07162064  0.12940006\n",
      "  0.3272722   0.50060569  0.62964857  0.69852962  0.69716541  0.6226062\n",
      "  0.47965041  0.28063256  0.04437888 -0.2055835  -0.44339229 -0.64355046\n",
      " -0.78367702 -0.84700966]\n"
     ]
    }
   ],
   "source": [
    "print((temp_data1[0]-temp_data2[0])[0:50])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Advance Gate"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "execfile('sequencies.py')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "/********************\n",
      "Caution! You are using debug mode. This enables you to test some functions locally. But you cannot access the actual hardware in this mode.\n",
      "********************/\n"
     ]
    }
   ],
   "source": [
    "exp_new = Experiment(ion_number=4, chapter_dict=virtual_chapter_dict, port=\"COM5\", ip_address='192.168.2.30')\n",
    "seq = exp_new.last_sequence\n",
    "seq.awg_sampling_rate = 625\n",
    "\n",
    "prev_sequence = [EIT(100).on(all),Doppler(100).on(all)]\n",
    "\n",
    "#这是个分段函数，时间上分成了三段，而每个时间段又有两个sin分量\n",
    "#比如第一个离子在(0, 17.33us)这个区间，其awg生成函数为f(t) = 0.45*sin((4+2.03)t + 0.48)) + 0.45*sin((4-2.03)t - 0.48))\n",
    "#但是这一功能在早期实验中可能不需要用到\n",
    "#\n",
    "dict0 = {\n",
    "    'ion_number' : 4,\n",
    "    'segment_number' : 3,\n",
    "    'time_intervals' : [(0,17.33),(17.33, 45.66),(45.66, 87.99)],\n",
    "    'data_per_ion' : {\n",
    "        #第一个离子的参数表\n",
    "        0 : {\n",
    "            'amp': [(0.45,0.45), (0.42,0.42),(0.23,0.23)], \n",
    "            'freq': [(4+2.03,4-2.03),(4+2.03,4-2.03),(4+2.03,4-2.03)],\n",
    "            'phase': [(0.48,-0.48),(0.308,-0.308),(0.086,-0.086)]\n",
    "        },\n",
    "        #第二个离子的参数表\n",
    "        1 : {\n",
    "            'amp': [(0.42,0.42),(0.23,0.23),(0.45,0.45,0.10)], \n",
    "            'freq': [(4+2.03,4-2.03),(4+2.03,4-2.03),(4+2.03,4-2.03,2.03)],\n",
    "            'phase': [(0.308,-0.308),(0.086,-0.086),(-0.086,0.086,0.086)]\n",
    "        },\n",
    "        #第三个离子的参数表\n",
    "        2 : {\n",
    "            'amp': [(0.45,0.45), (0.42,0.42),(0.23,0.23)], \n",
    "            'freq': [(4+2.03,4-2.03),(4+2.03,4-2.03),(4+2.03,4-2.03)],\n",
    "            'phase': [(0.308,-0.308),(0.086,-0.086),(-0.086,0.086)]\n",
    "        }\n",
    "    }\n",
    "    \n",
    "}\n",
    "\n",
    "exp_new.last_sequence.set_sequence( prev_sequence, \n",
    "                  awg_trigger(),\n",
    "                  Rx(20, awg_flag=True,amp = 0.2, phase = 2.4, freq = 3.6, label='rx0').on(0),\n",
    "                  Rx(5, awg_flag=True,amp = 0.0, phase = 2.4, freq = 3.6,label='rx1').on(0), # amp = 0\n",
    "                  Rx(20, awg_flag=True,amp = 0.2, phase = 2.4, freq = 3.6,label='rx1').on(0), \n",
    "                  Rx(5, awg_flag=True,amp = 0.2, phase = 2.4, freq = 3.6,label='rx1').on(1), \n",
    "                  Rx(30, awg_flag=True,amp = 0.2, phase = 2.4, freq = 3.6,label='rx1').on(3),\n",
    "                  sync(all),\n",
    "                  Rx(20, awg_flag=True,amp = (0.2,0.4), phase = (2.4, 0), freq = (3.6,1.5),label='rx1').on(2), \n",
    "                  sync(all),\n",
    "                  Detection(500, label = 'detect').on(all),\n",
    "                )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 1296x360 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_sequence(seq.gate_sequence, auto_size=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1944x432 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "exp_new.send_awg_data(sequence=seq)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(40625,)\n",
      "(40625,)\n",
      "(40625,)\n",
      "(40625,)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "(4, 40625)"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "print(seq.awg_data[0].shape)\n",
    "print(seq.awg_data[1].shape)\n",
    "print(seq.awg_data[2].shape)\n",
    "print(seq.awg_data[3].shape)\n",
    "seq.awg_data.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
